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Load the library:
Set up the data:
data(lazegalaw)
Y<-lazegalaw$Y[,,2]
Xn<-lazegalaw$X[,c(2,4,5,6)]
Xd<-lazegalaw$Y[,,-2]
Xd<-array( c(Xd,outer(Xn[,4],Xn[,4],"==")),dim=dim(Xd)+c(0,0,1))
dimnames(Xd)[[3]]<-c("advice","cowork","samepractice")
dimnames(Xd)[[3]]
## [1] "advice" "cowork" "samepractice"
## [1] "female" "seniority" "age" "practice"
plot the network with “practice” denoted by plotting color:
##
## Regression coefficients:
## pmean psd z-stat p-val
## intercept -0.247 0.479 -0.516 0.606
## female.row -0.023 0.134 -0.172 0.863
## seniority.row -0.001 0.010 -0.124 0.901
## age.row -0.016 0.008 -1.907 0.057
## practice.row -0.138 0.112 -1.231 0.218
## female.col -0.058 0.120 -0.480 0.631
## seniority.col 0.017 0.009 1.925 0.054
## age.col -0.008 0.008 -0.984 0.325
## practice.col -0.199 0.102 -1.950 0.051
## advice.dyad -0.096 0.082 -1.165 0.244
## cowork.dyad 1.144 0.065 17.730 0.000
## samepractice.dyad 0.449 0.055 8.119 0.000
##
## Variance parameters:
## pmean psd
## va 0.160 0.035
## cab 0.013 0.021
## vb 0.126 0.029
## rho 0.082 0.052
## ve 1.000 0.000
##
## Regression coefficients:
## pmean psd z-stat p-val
## intercept -0.879 0.684 -1.285 0.199
## female.row -0.116 0.188 -0.618 0.537
## seniority.row -0.002 0.014 -0.133 0.895
## age.row -0.023 0.013 -1.773 0.076
## practice.row -0.068 0.166 -0.413 0.680
## female.col -0.105 0.166 -0.634 0.526
## seniority.col 0.010 0.013 0.773 0.440
## age.col -0.006 0.011 -0.519 0.603
## practice.col -0.084 0.143 -0.589 0.556
## advice.dyad -0.135 0.109 -1.232 0.218
## cowork.dyad 1.459 0.093 15.681 0.000
## samepractice.dyad 0.565 0.082 6.909 0.000
##
## Variance parameters:
## pmean psd
## va 0.295 0.075
## cab 0.025 0.041
## vb 0.174 0.052
## rho 0.151 0.085
## ve 1.000 0.000
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They may not be fully stable and should be used with caution. We make no claims about them.
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